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The conjecture belongs to algebraic geometry, which focuses on solutions of polynomial equations and has a rigid, arithmetic nature. Surprisingly, it has been proven using flexible techniques from symplectic dynamics (based on the laws of motion in classical mechanics). The conjecture, formulated…
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The workshop took place at the Basque Center for Applied Mathematics - BCAM in Bilbao during 1-5 July
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BCAM, Vicomtech and Egile’s innovative collaboration boosts gerotor pump efficiency by 16%
- In a landmark achievement, a collaboration between BCAM, Vicomtech, and Egile has resulted in a signi
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This year, BCAM has once again brought together leading experts in the field of machine learning, this time in collaboration w
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View allTackling the development of hormone therapy resistance in breast cancer through mathematical modelling
(2024-05-30)
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Complex Network Approaches for Epidemic Modeling: A Case Study of COVID-19
Srivastav, A.K.; Anam, V.; Blasco-Aguado, R.; Estadilla, C.D.; Guerrero, B.V.; Kebir, A.; Mateus, L.; Naffeti, B.; Saldaña, F.; Steindorf, V.; Stollenwerk, N. (2024-03-01)
Since the SARS-CoV-2 outbreak, the importance of mathematical modeling as a tool for comprehending disease dynamics has been highlighted, with several mathematical modeling techniques being applied and developed to simulate ...
On shape design and optimization of gerotor pumps
Pedrera-Busselo, A.; Mejia-Parra, D.; Moreno, A.; Posada, J.; Pareja-Corcho, J.C; Barton, M.; Posada (2024-06-01)
, J.; Pareja-Corcho, J.C; Barton, M.;
Semi-Analytical Estimation for the Escape of Solutions of Linear Differential Equations with Slowly Varying Coefficients
Ponce Vanegas, F.; Bartfai, A.; Dombovari, Z. (2024-01-01)
Emerging vibrations are a major and often unpredictable limitation in engineering design. The engineering description of these vibrations is usually based on linear models with constant parameters. However, in reality, this ...